Soohyun Park

activity

20132022

most citedArithmetic properties of generalized Fibonacci sequences

5 citations · 7 across the 13 of their papers we have counts for

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4 papers · 1 filter

math.NT2014★ 2 cited

Proof of a conjecture of Guy on class numbers

Lynn Chua, Benjamin Gunby, Soohyun Park +1

It is well known that for any prime $p \equiv 3$ (mod $4$ ), the class numbers of the quadratic fields $Q (p)$ and $Q (- p)$ , $h (p)$ and $h (- p)$ respecti…

math.NT2014★ 5 cited

Arithmetic properties of generalized Fibonacci sequences

Soohyun Park

The generalized Fibonacci sequences are sequences ${f_{n}}$ which satisfy the recurrence $f_{n} (s, t) = s f_{n - 1} (s, t) + t f_{n - 2} (s, t)$ ( $s, t \in Z$ ) with initial cond…

math.NT2014

Bounded gaps between primes in special sequences

Lynn Chua, Soohyun Park, Geoffrey D. Smith

We use Maynard's methods to show that there are bounded gaps between primes in the sequence ${⌊ n α ⌋}$ , where $α$ is an irrational number of finite type. In addition,…

math.NT2013

Discriminators of quadratic polynomials

Soohyun Park

Given $f \in Z [x]$ and $n \in Z^{+}$ , the $discriminator$ $D_{f} (n)$ is the smallest positive integer $m$ such that $f (1), \dots, f (n)$ are distinct mod $m$ …